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Optimal location of a pair heat source-sink in an enclosed square cavity with natural convection through PSO algorithm

机译:通过PSO算法在自然对流的封闭方腔中一对热源的最佳位置

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摘要

In this paper, the optimum positions of a pair heat source-sink in an enclosure have been studied. The objective of this investigation is to minimize the maximum temperature (T_(max)) on the heat source with constant heat flux. For this, a Particle Swarm Optimization algorithm (PSOA) has been used. Continuity, momentum and energy equations with the Boussinesq approximation for a laminar and incompressible flow of a Newtonian fluid have been solved by finite volume method. The present study has been carried out for governing parameters like Rayleigh numbers (Ra) from 10~3 to 10~6, the cavity aspect ratio, A =H/L — 1 and the source and sink sizes D_0 from 0.2 to 0.5. Numerical results revealed that the optimum configurations are a function of Rayleigh numbers and the source and sink sizes.
机译:在本文中,已经研究了外壳中一对散热片的最佳位置。该研究的目的是在热通量恒定的情况下最小化热源上的最高温度(T_(max))。为此,使用了粒子群优化算法(PSOA)。牛顿流体的层流和不可压缩流动的连续性,动量和能量方程,用Boussinesq近似法求解。已经进行了控制参数的研究,例如从10〜3到10〜6的瑞利数(Ra),腔长宽比,A = H / L_1和源和汇尺寸D_0从0.2到0.5。数值结果表明,最佳配置是瑞利数以及源和汇尺寸的函数。

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